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ORCIDIhor Javorskyj
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2020 – today
- 2024
[j12]Ihor Javorskyj
, Roman Yuzefovych, Oleh Lychak, George Trokhym, Mykola Varyvoda:
Methods of periodically non-stationary random processes for vibrations monitoring of rolling bearing with damaged outer race. Digit. Signal Process. 145: 104343 (2024)- [c15]Roman Yuzefovych, Ihor Javorskyj, Oleh Lychak, Yury Torba, Yevgen Sbrodov, Bohdan Komarnytskyi:
Correlation Matrix for Analysis of the Covariance and Spectral Structures of PNRP. ACIT 2024: 158-161 - [c14]Ihor Javorskyj, Roman Yuzefovych, Oleh Lychak, Pavlo Semenov, Roman Slyepko:
Demodulation of the simulated periodically non-stationary random signal with Hilbert transform. CITI 2024: 127-136 - 2023
- [c13]Ihor Javorskyj, Roman Yuzefovych, Oleh Lychak, Pavlo Semenov, Roman Sliepko, Yulia Romanyshyn:
Model for Analysis of High-Frequency Modulated Random Signals. ACIT 2023: 96-99 - [c12]Roman Yuzefovych, Ihor Javorskyj, Oleh Lychak, Pavlo Semenov:
Method of Periodically Non-stationary Random Signals Demodulation with Hilbert Transform. ITTAP 2023: 293-299 - 2022
- [j11]Ihor Javorskyj, Roman Yuzefovych, Ivan Matsko, Zbigniew Zakrzewski:
The least square estimation of the basic frequency for periodically non-stationary random signals. Digit. Signal Process. 122: 103333 (2022) - [c11]Ihor Javorskyj, Roman Yuzefovych, Oleh Lychak, Roman Slyepko, Pavlo Semenov:
Hilbert Transform for Analysis of Amplitude Modulated Wide-band Random Signals. ACIT 2022: 68-71 - 2021
- [j10]Ihor Javorskyj, Roman Yuzefovych, Ivan Matsko, Pavlo Kurapov:
Hilbert transform of a periodically non-stationary random signal: Low-frequency modulation. Digit. Signal Process. 116: 103113 (2021) - [j9]Ihor Javorskyj, Ivan Matsko, Roman Yuzefovych, Oleh Lychak, Roman Lys:
Methods of Hidden Periodicity Discovering for Gearbox Fault Detection. Sensors 21(18): 6138 (2021) - [c10]Ihor Javorskyj, Oleh Lychak, Roman Yuzefovych, Pavlo Semenov:
Hilbert Transform of Multicomponent Narrow-Band Periodically Non-Stationary Random Signal. ACIT 2021: 57-60 - [c9]Roman Yuzefovych, Ihor Javorskyj, Oleh Lychak, George Trokhym, Pavlo Semenov:
Bi-periodically correlated random processes as a model for gear pair vibration. ITTAP 2021: 47-54 - 2020
- [c8]Ihor Javorskyj, Roman Yuzefovych, Oksana Dzeryn, Mykola Varyvoda:
Analysis of Deterministic Components of Biperiodically Correlated Random Signals. ACIT 2020: 65-68 - [c7]Ihor Javorskyj, Roman Yuzefovych, Pavlo Kurapov, Pavlo Semenov:
The Covariance and Spectral Properties of the Quadrature Components of Narrowband Periodically Non-Stationary Random Signals. CSIT (2) 2020: 95-98 - [c6]Ihor Javorskyj, Roman Yuzefovych, Pavlo Kurapov, Oleh Lychak:
The Quadrature Components of Narrowband Periodically Non-stationary Random Signals. CSIT 2020: 696-713
2010 – 2019
- 2018
- [c5]Ihor Javorskyj, Roman Yuzefovych, Pavlo Kurapov:
Periodically Non-Stationary Analytic Signals and their Properties. CSIT (1) 2018: 191-194 - [c4]Ihor Javorskyj, Pawel Semcnov, Roman Yuzefovych, Zbigniew Zakrzewski:
Nonparametric Spectral Analysis of Periodically Nonstationary Vibration Signals for Electrical Rotary Machines Testing. MIXDES 2018: 385-389 - 2017
- [j8]Ihor Javorskyj, Roman Yuzefovych, Ivan Matsko, Zbigniew Zakrzewski, Jacek Majewski:
Coherent covariance analysis of periodically correlated random processes for unknown non-stationarity period. Digit. Signal Process. 65: 27-51 (2017) - [c3]Ihor Javorskyj, R. M. Roman Yuzefovych, Ivan Matsko, Zbigniew Zakrzewski, Jacek Majewski:
Statistical analysis of periodically non-stationary oscillations for unknown period. MIXDES 2017: 543-546 - 2016
- [j7]Ihor Javorskyj, Ivan Matsko, Roman Yuzefovych, Zbigniew Zakrzewski:
Discrete estimators of characteristics for periodically correlated time series. Digit. Signal Process. 53: 25-40 (2016) - 2014
- [j6]Ihor Javorskyj, Dominique Dehay, Ihor Kravets:
Component statistical analysis of second order hidden periodicities. Digit. Signal Process. 26: 50-70 (2014) - 2012
- [j5]Ihor Javorskyj, Jacek Leskow, Ihor Kravets, Ihor Isayev, E. Gajecka:
Linear filtration methods for statistical analysis of periodically correlated random processes - Part I: Coherent and component methods and their generalization. Signal Process. 92(7): 1559-1566 (2012) - 2011
- [j4]Ihor Javorskyj, Jacek Leskow, Ihor Kravets, Ihor Isayev, E. Gajecka:
Linear filtration methods for statistical analysis of periodically correlated random processes - Part II: Harmonic series representation. Signal Process. 91(11): 2506-2519 (2011) - 2010
- [j3]Ihor Javorskyj, Ihor Isayev, Jacek Majewski, Roman Yuzefovych:
Component covariance analysis for periodically correlated random processes. Signal Process. 90(4): 1083-1102 (2010)
2000 – 2009
- 2007
- [j2]Ihor Javorskyj, Ihor Isayev, Zbigniew Zakrzewski, Stephen P. Brooks:
Coherent covariance analysis of periodically correlated random processes. Signal Process. 87(1): 13-32 (2007) - [c2]Ihor Javorskyj, Ihor Isayev, Ihor Kravets:
Algorithms for separating the periodically correlated random processes into harmonic series representation. EUSIPCO 2007: 1857-1861 - [c1]Ihor Isayev, Ihor Javorskyj, Roman Yuzefovych:
Comparison of the coherent and the component methods for estimating the characteristics of the periodically correlated random processes. EUSIPCO 2007: 1862-1866 - 2003
- [j1]Ihor Javorskyj, V. Mykhailyshyn, O. Zabolotnyj:
Least squares method for statistical analysis of polyrhythmics. Appl. Math. Lett. 16(8): 1217-1222 (2003)
Coauthor Index
aka: R. M. Roman Yuzefovych
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